--- title: "What is a Transaction in MSSQL SERVER" description: "What is a Transaction in MSSQL SERVER" author: "Anupam Mishra" published: 2016-02-28 updated: 2020-09-23 canonical: https://www.mindstick.com/interview/22991/what-is-a-transaction-in-mssql-server category: "mssql server" tags: ["sql server", "sql", "sql server 2008", "sql server 2012"] reading_time: 3 minutes --- # What is a Transaction in MSSQL SERVER **Transaction:**A transnational database is a DBMS where write transactions on the database are able to be rolled back if they are not completed properly (e.g. due to power or connectivity loss).We use transaction in that case, when we try to modify more than one tables/views that are related to one another. Transactions affect SQL Server performance greatly. Since When a transaction is initiated then it locks all the tables data that are used in the transaction. Hence during transaction life cycle no one can modify these tables’ data that are used by the transaction. The reason behind the locking of the data is to maintain Data Integrity.\ **Types of Transactions:****\ 1. Implicit Transaction:**Implicit transactions are maintained by SQL Server for each and every DDL (CREATE, ALTER, DROP, TRUNCATE), DML (INSERT, UPDATE, DELETE) statements. \ **2. Explicit Transaction:** Explicit transactions are defined by programmers. In Explicit transaction we include the DML statements that need to be execute as a unit. \ Here, we have two tables Employee & Department: Structures is below:\ **Department Table:****\**![What is a Transaction in MSSQL 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)\ 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Here we are creating simple Transaction for inserting data:\ \ \ ![What is a Transaction in MSSQL SERVER](data:image/png;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4RDyRXhpZgAATU0AKgAAAAgABAE7AAIAAAANAAAISodpAAQAAAABAAAIWJydAAEAAAAaAAAQ0OocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAE1TQ2xpZW50IDAwMQAAAAWQAwACAAAAFAAAEKaQBAACAAAAFAAAELqSkQACAAAAAzgxAACSkgACAAAAAzgxAADqHAAHAAAIDAAACJoAAAAAHOoAAAAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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\ Now, we have viewing my table data:\ ![What is a Transaction in MSSQL SERVER](data:image/png;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4RDyRXhpZgAATU0AKgAAAAgABAE7AAIAAAANAAAISodpAAQAAAABAAAIWJydAAEAAAAaAAAQ0OocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAE1TQ2xpZW50IDAwMQAAAAWQAwACAAAAFAAAEKaQBAACAAAAFAAAELqSkQACAAAAAzU4AACSkgACAAAAAzU4AADqHAAHAAAIDAAACJoAAAAAHOoAAAAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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## Answers ### Answer by Anupam Mishra **Transaction:**A transnational database is a DBMS where write transactions on the database are able to be rolled back if they are not completed properly (e.g. due to power or connectivity loss).We use transaction in that case, when we try to modify more than one tables/views that are related to one another. Transactions affect SQL Server performance greatly. Since When a transaction is initiated then it locks all the tables data that are used in the transaction. Hence during transaction life cycle no one can modify these tables’ data that are used by the transaction. The reason behind the locking of the data is to maintain Data Integrity.\ **Types of Transactions:****\ 1. Implicit Transaction:**Implicit transactions are maintained by SQL Server for each and every DDL (CREATE, ALTER, DROP, TRUNCATE), DML (INSERT, UPDATE, DELETE) statements. \ **2. Explicit Transaction:** Explicit transactions are defined by programmers. In Explicit transaction we include the DML statements that need to be execute as a unit. \ Here, we have two tables Employee & Department: Structures is below:\ **Department Table:****\**![What is a Transaction in MSSQL 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)\ 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Here we are creating simple Transaction for inserting data:\ \ \ ![What is a Transaction in MSSQL SERVER](data:image/png;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4RDyRXhpZgAATU0AKgAAAAgABAE7AAIAAAANAAAISodpAAQAAAABAAAIWJydAAEAAAAaAAAQ0OocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAE1TQ2xpZW50IDAwMQAAAAWQAwACAAAAFAAAEKaQBAACAAAAFAAAELqSkQACAAAAAzgxAACSkgACAAAAAzgxAADqHAAHAAAIDAAACJoAAAAAHOoAAAAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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\ Now, we have viewing my table data:\ ![What is a Transaction in MSSQL SERVER](data:image/png;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4RDyRXhpZgAATU0AKgAAAAgABAE7AAIAAAANAAAISodpAAQAAAABAAAIWJydAAEAAAAaAAAQ0OocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAE1TQ2xpZW50IDAwMQAAAAWQAwACAAAAFAAAEKaQBAACAAAAFAAAELqSkQACAAAAAzU4AACSkgACAAAAAzU4AADqHAAHAAAIDAAACJoAAAAAHOoAAAAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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UrIWXaQrEYO08mtT/ha2hPNMLO3vr2CCzF5JcW6xsqoYvNXK7w4BXgOVCbvl3buK0bzwTbXGqz6nY6pqGmX80rSfaLQxEoGjRHQCSNl2t5UbHIJ3LkEZOa998OtN1O5VtQ1DVLq3SFo0tri4EqozQmFnWRlMqsUPID7SeSCeaxW2v9af18/I00v/XczvH/AI6u/DsqxaPBJNc2yGeaJkQpKjQXDIMlgeGhycEHA4Jzitmz8b2t54q/4R8affJeJGjXDfumW3Zo/MCuFkLAY437TGW+UMTxVG4+GtnqDTyatrer6hPPF5RnmMCsq+VLGAAkSrwJ3PTqBnPQ6EfgyH+37PVrzVtSvpbPDxRXLRFBL5flmQYjDIWXqqFUJ525p6X/AK/r+vUnoausf8g7/tvD/wCjVrIv3H9oQhktnHkS4F0fkB3R89Dz/jWtrX/IMP8A12h/9GrWJqGpDS7yG5a3u5lMMkQ+ywPKVJZDyFHAwp5px3B6Io2l4dMuL/Ubz7P9kdY441slz8y7t2EwGY/OvQE10EFzFdW8c9tKksMqh45EYFXUjIII6iuJ1bxhpyabdR6rcRwvcNMDZ3TGN2QxKq7kZ0OCc4ypHXBXGavfD54T4KtjaCNYPtF15QjxtC/aJMYxxjGKqSbu7f8AB0BWsrdV92oT+Ovs934kgfTiW0ZFaALMM3rFAdoGPlO50Xv94fStDSvF2l6hb6Utxe2dpqOpWsdzHp73SGYhl3fKvBYDnkDsaxrnwW17rk+oT3Sx5vzcqiAnzY/KiARjxtxLCj8Z4XHc4xbD4d6hZ3doJXhuYv8ARJJpW1S7RYXhjRSq26FUlGYwQzFSC3IYKAc47a+X/B/ry8xvy8/6/rudyfFvh1bS4um17TBb2sghuJjeR7IX6bWOcK3seaf/AMJNof8AacOm/wBs6f8Abp1DRWv2pPNkBGQVTOSCOeB0rgIfAeuQWZVYtMDQvCLeJNQuEKBFkXck+wyRDEnETecgG5RwxqaXwV4ikuNOinubee3tZLNhJHfzWyQpFsLotpGnkuSysQxxjcAAAoo/4H9f1+YPrb+v6/rQ7ePxX4flnu4Ytd015bJWe6jW8jLW6qcMXGflAPUnGKT/AISzw8LG3vTrumfZbqTyref7ZHsmfONqtnDHPYV5laaNqniWOLSFtHtLbSdP8mG7KXdp9pZZ4XUNvhjZCwhOTGz7ck56Z0rnwDq8tlm2gsIbqd5vMMmq3dw0QdY1yZJg4uARGN0bxhSNo4K7i15/1r+v4D62/rY9JY51aD/rhL/6FHVus+LI1K3DEEi3kBIGM8x9q0KQkFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAL5t7Nd3KQS28ccMgQB4WYn5FbOQ4/velP26l/z9Wv8A4DN/8cpLT/j81D/r4H/oqOrdAFXbqX/P1a/+Azf/AByjbqX/AD9Wv/gM3/xyrVFAFQDUiT/pVrwcf8ezf/HKXbqX/P1a/wDgM3/xyrC/ef6/0FeSWFlLpGkav4mtvB/hmSezuNRuItVlkJuy6yy7cqIAeo28S/d/Kn1Doep7dS/5+rX/AMBm/wDjlG3Uv+fq1/8AAZv/AI5XnmqeOPFGiQ6hLdto862c09uAlrLHvdbQ3KuSZThR9wjnP3sr92o9e8TarpuuQJrK2d/PpMjXySWUTQo6vZ3REbKzuQwMZO7OCGHAxS2Vw3PQrm0vbuAwz3FsyMQSBbupyDkciTPUVU/sKX/n5T/yP/8AHq5iXxrrGhXT/wDCRT6Vc2NoYJL27soJIgkU6uI8BpH5EiKCSfmWQHC45qQeOvF39sLFdaLAttay21vfgCJAJJlRiFkkuVYEeYFAET7ypAILYV9bBurnZf2FL/z8p/5H/wDj1H9hS/8APyn/AJH/APj1efSeMfEHiHwfrB1jTI7Sxv8ARbi7sz+5R1UADbgXEjyDDjLeXHtIAI+bAualpGlC18a661jarrNpdZstQEK/aI5Raw+WqP8Ae5cgbc4O4juaNfwv+Nh21sdr/YUv/Pyn/kf/AOPUjaHKB/x8J1A/5b//AB6tmMsYkMgw+0bgOxof7o+o/nR1JTurmP8A2FL/AM/Kf+R//j1H9hS/8/Kf+R//AI9WP4+sJ9RvPDcNlObe7TUXltpdxAWRbaZl3Y6qSMEdwTXNW3i/U2k1Z/DEQfULrUpZJbOSyWdkEVvbrKCWuIFXY5Cn5iTngHk0r7+Wv5FW1Vv63/yO9/sKX/n5T/yP/wDHqP7Cl/5+U/8AI/8A8erjLDxx4o1n7LNY/wBkWsF5MsEazW0srRk2S3JckSqGGSV2jHUHdxgpp/xD8R6nqVrLb6PCNMVrOK7d/KQF5443JWR7hWGPNAVRE+4rgNk8Vyu9vT8Sb6XO0GgyBwwuI9wBAP7/ACB/3+9hTv7Fn/5+1/Of/wCPVsUVIzH/ALFn/wCftfzn/wDj1H9iz/8AP2v5z/8Ax6tiigDH/sWf/n7X85//AI9R/Ys//P2v5z//AB6tiigDH/sWf/n7X85//j1H9iz/APP2v5z/APx6tiigDH/sWf8A5+1/Of8A+PUf2LP/AM/a/nP/APHq2KKAMf8AsWf/AJ+1/Of/AOPUjaNOB/x9r1A6z/8Ax6tmmv8AdH1H86YGT/Ys/wDz9r+c/wD8eo/sWf8A5+1/Of8A+PVS8aaWus2djZ/8S+5kFz5q6ZqT7YNQCo2Y24YnGd4+VgCgJHccbL4yvdD8Pxr4S0uGK302GWa/08QieO2CzyIQk73EWIy0UgUJG5AUfIBhaS1B7XO//sWf/n7X85//AI9R/Ys//P2v5z//AB6vPG8X6xoOizHQoY7pLOW8vL6FrQP5cZvJgpMrXEe3Oxx8qSEbScdAdZ/HGv2cJvLyLTZLa+mu7LTYYonR/tccrJCjuXIYOFbOAuCO+eDUOp1v9iz/APP2v5z/APx6k/safcB9rXkZ6z//AB6taISCFBOytLtG8ouFJ74BJwPxNKf9YPof6UxdDJ/sWf8A5+1/Of8A+PUf2LP/AM/a/nP/APHq5Px7eXj6/by6bpN5qLaDEt6z2zxBYZGcH5g8iscxJKvyhjiTp0znav4s1Ca60zxEJbCbTLa9vja2McTC4bybacbml3kENtJwEGAy8nuk9LlWO9/sWf8A5+1/Of8A+PUf2LP/AM/a/nP/APHq4SPVfE9p48mthf6Lc32oQ2kZnispfKij8q6l4j84lmynXeAQegpLH4h+LbrTDdy6TZwC+tln04XD28JBMsabcG7JmOJB1EPzAKcFxh9bC3O8/sWf/n7X85//AI9R/Ys//P2v5z//AB6uMtvH2uyXmmrJ/Zn2fekWoSC2lDI7XDw7Wj3+ZAflGCUkQtkbwAHPpdHS4dbGP/Ys/wDz9r+c/wD8epF0adlB+1ryM9Z//j1bNc745UN8ONdVgCp06UEEdfkNLoC1di1/Ys//AD9r+c//AMeo/sWf/n7X85//AI9XGa/Pb/D7UUPg3SLaDz7E+fZWcKRxeY88MUMroGRc/PJySu4KQWG3IdZ+LvGF7fHSpU0nTL6CG5mmku4VkyIxCVBihun8s4m5zITgBsYbFF1a/r+G4JNnY/2LP/z9r+c//wAeo/sWf/n7X85//j1cZL8Q9aludPvLCyRtMmNnHeI9qv8Ao0twqNs843ALECVG+WFhyBkckVdO8T+Lnlk1Ka80x2vrPSjFa/ZpfKga5mZSf9ackAnOAN2F6beXZ7edvmLpf5ne/wBiz/8AP2v5z/8Ax6j+xZ/+ftfzn/8Aj1cRP4/8S6dYvLdW+n3ssqzRW6WtsybZY7tLbe2+bBUmTdt3LjGC/O4WdO8VeMtR1D+yZIdL029hjuJJ5bmAS8R+SVHkw3T7CRMQQ0pPAbocUr6X9fw3Ksdd/Ys//P2v5z//AB6j+xZ/+ftfzn/+PVwWm6tqmuaBdahqdzG8U+u6XJBAiMPs4b7M5UEucj5x0A53H+LAmstJ0zT9Fh1rTrC1t9dn8QyRLdwwqk9wGvmV0Zhy6+XvJByAFzj5RVWel+6X32/zJ/r8/wDI7f8AsWf/AJ+1/Of/AOPUn9jT7gPta8nHWf8A+PVs0h++n1/oaQzJ/sOf/n8X85//AI9R/Yc//P4v5z//AB6tqikBi/2HP/z+L+c//wAeo/sOf/n8X85//j1bVFAGL/Yc/wDz+L+c/wD8eo/sOf8A5/F/Of8A+PVtUUAYv9hz/wDP4v5z/wDx6itqigDPtn232oDax/fr0H/TJKs+b/sP+VV7P/kIaj/13X/0UlZsmr6nF48tdIktbRdOuLKe4jnWZmmZ42hGCu0Kg/eHu2ePu45fWwG15v8AsP8AlR5v+w/5VJRQBl3euWunzSJcRXpZV8w+TZSyjG124KKQTiJuBzkoOroG5+fTPAovp7ybwjbPdbpHlnHh5nd2/e7juERLE+U/Izu3JjPmJu1mjx4uv5fLxus7ZfM8vG7DzcbvLGcZ6b2xn7qZzJn6vq2pWHiHRLWC2tWsL+5aCad5W81SIZZAFQLjH7sfMW9Rt7hpak62Y7Wn8Panpt/Z3dheKJxL5ssGlSmQNskjZ1PlnLbInUEZyDGBkSJufaSeF9Ft/I0/QjaRW8kkoS10WRVDhZVZlCx8sVicZHLBkAz5ibtaiiwXOdubPwzFpw06ysLzTNPhuftM9ppujskdy0Zc4YLEdwJgJ+XBb92MkSIH0Lu68OSaumq3ejSTajZqyRXh0eSSaNV83IR/LJx+7kxtPO5MZ8xN2lRTsFzJD+FrKTUZItB8t73f9uaHRJCbrHm7t5WP95ny5Mdc7kxnzE3NmHhJNafWJPDwbVIixN8uhu0+VEgyJBHuPELAYPIMeM+Ym7YopWC5HJ4lsYvM3Q6gfL3Z26dO2dvmZxhOf9S2MdcpjPmJuSTxLpyTJFMbmEvOsCvNayRoXLuijeyheWjIHOCWjxnzE3S1S1aTyrW3bzPLzfWq7vM2ZzcRjGfMTrnGMnOcbZM7GLBc2JI4ppIpJbXzHhYvEzRgmNiCMg9jgkcdiaz7/wAN6BqsbR6n4esLxGmM7LcWUcgMhABcgg/NgAZ64FbMsqQwvLKwVEUszHoAOprjtI8exppu/wAUgWl5JcKkNva20srSLJF50YCKGYts3A4HLI2B2qdCtToINL022WNbbSreFY23II7ZVCHZ5eRgcHZ8v046VF/YOi/b7W+/sOz+12UYitbj7InmQIAQFRsZUYJ4HHJpsHi/Q7nT7q9ivG8m0txc3BeCRWiTLj5lKhgQY3BXG4FcECo7TxroV9fvZ2txcPMplA/0KcJI0RIkRHKbXcEH5VJbg8U76i6Gx5h/55yf980eYf8AnnJ/3zXPt8QfD0ceZZb+KTzBGLeXSrpJ2YqzDERjDkEI5yFx8p54rR0TxNpPiLzTo9y84iVHJaCSMMjglXUuo3KcHDLkcHnigC/5h/55yf8AfNHmH/nnJ/3zXnN78SNXtfCuu3KW9g+q2d/JFZwlXCPbq7jew3ZLBYJuhAJXtXS/8J5o8flw3NyEuZZHjQRQzSRqfNaJN8mwCPc6FRuwCwIUtjJV7K47a2Oh8w/885P++aPMP/POT/vmuT0b4laLd+HrO91O4kguJLWGWQLYzhJGcquISVPmje6r8hbBIz1rXs/Ful32pRWCDUILiYExC80u5tlkO3dtDyRqpbGTtzng8cGqtrYRq+Yf+ecn/fNHmH/nnJ/3zU1FIZD5h/55yf8AfNHmH/nnJ/3zU1FAEPmH/nnJ/wB801nJH+rfqO3vVimyfdH+8P50AZ+p6bp2tWZtNZ0uHULYsGMN1brKmR0O1gRmqd34V8OahHax3/hvTrpLNBHarNYRuIEGMKgI+UcDgelbcxlWCQ26JJKFJRHcqrNjgFgDgZ74P0NcNL4y1hPCdtf3j6RpEz6pcWV3eXG+a0skjklRWOWjLZMapuJQZfOBwtK9gs7f16/ob174W8O6kYjqPhvTrswlmiM9jG/llm3MRkcZbk46nmnXGhWlxfWE22aKCxme4SzijRYXmbP7xht3FhuYjkDLZIJAI5seMvEEtqt/9nsrSCytbOfULWa3kaWQzMd4Rt6+XtUBhuRic4OCKbceN9bsrR9SnSwls7xLsWECQOkkbxPtj8xzIQ4YAk4VMdKe2gjvPMP/ADzk/wC+aaXO8Hy36Ht9KyvD2oanNealpuuS2k93YyRkT2kDQpIjoGHyM7kEEMPvc4B4rbP+tX/dP9KAKscFvFJPJFZhHuGDTMsQBlIUKCx7nAA57ACs+28M+H7K+W9s/Dthb3aoI1uIrKNZAoXaFDAZwF+XHpxTfE2oarbXGkWehz2dvPqF20LTXls86oohkk4RZEOcoB97vVODxnFp8dxaeIyx1G0uTbuNOsp5vPxGknmrEgd1XbIuc5CnjceCVp/X9eY9TQ07w5oOkMG0nw/Y2LB94NtZRx4bBGflA5wzDPox9aQeHNBX7ft8P2I/tLP23FlH/pXJP7zj5+SfvZ6muej+JESeKZrW52y6biVreSxtJrmWULHbOpCxhiRidySFxgL079Xo+tW2trcyWUsU0MMqorxMx3Bo0kBOVGDhx03DGOc5Ae6v5BsVk8O6FHJYyR6BYq+nDbZMtnGDbD0jOPk/DFanmH/nnJ/3zU1FFxEPmH/nnJ/3zUE0MF5Yva3lqLi3ljKSRSxh0kUjBBB4IPpV2mx/6pP90UhmPY+HtD0zT7iw03QbKzs7oET29vZpHHNkYO5QMNkcc9qoTeBfDE81l5nh+zNtYxyJBZfYovs6F2Vi4j24DZXqMdT61b03WNTuPGeraTqFraQ21rbQT2zwTNI8iyPMpL5VQp/dj5RnHPzHOBvU/MGre6Yt14c0K+1WPU73QLG41CLb5d3NZRvKm3phyMjHbmn/ANh6P9ohuP7EtPOgiSGKX7Im6ONWDKinGQoYAgDgEA1r0UbAZjaXprxvG+lQMjpJG6m3UhlkOZFIxyGPLDuetNsNH0rS4Y4tM0e2s44lZI0t7VIwisQWAAAwCQCR3IrVopAZEOh6PbSO9volpE8nlb2jtEUt5X+qzgc7MDb/AHccYplp4c0LT9Vl1Ow0CxttQmLGS7hso0lfcctlwMnJ5PPNbVFO4EPmH/nnJ/3zQrFpFG1hjnkY7VNTT/rV/wB0/wBKAHUUUUgCiiigAooooAKKKKAKFn/yENR/67r/AOikqKfSfP8AEtjq3nbfslrPb+Vszv8ANaJs5zxjyumOd3bHL7ZFfUNR3DOJ1/8ARSVR/wCEk0Ma6NI86T7UZPJ3fZ5fJ8zbu8vztvl78c7N272p9Q2Nyio/Jj/u/rR5Mf8Ad/WgDFaPHi6/l8vG6ztl8zy8bsPNxu8sZxnpvbGfupnMkWpaX/aF7pdx53l/2fdm527c+ZmKSPb14/1mc89Md60pNC0+61A3skUiXKqkZkhneMuiuJFVtpG4BgcBs8O46O4OLeTeF9G1SDT7q71MTqYQSLi9mjiy0ax+bICUTcYVH7wjdl858x9zTFbc2KKI/DWnxeXta+Pl7cbtRuGzt8vGcvz/AKlc565fOfMfcR+GtPi8va18fL243ajcNnb5eM5fn/UrnPXL5z5j7i4rBRRH4a0+Ly9rXx8vbjdqNw2dvl4zl+f9Suc9cvnPmPuI/DWnxeXta+Pl7cbtRuGzt8vGcvz/AKlc565fOfMfcXCwUUR+GtPi8va18fL243ajcNnb5eM5fn/UrnPXL5z5j7iPw1p8Xl7Wvj5e3G7Ubhs7fLxnL8/6lc565fOfMfcXCwVS1aTyrW3bzPLzfWq7vM2ZzcRjGfMTrnGMnOcbZM7Gux+GtPi8va18fL243ajcNnb5eM5fn/UrnPXL5z5j7kXw5YQCMxvf5jKbS2o3DfdMWM5fn/VLnPXL5z5j7i4WJ9c019Y0S505LgW4uVEcjlN/7skb1xkclcjPbOcHGKwIvh3peneLNO1fw/DZ6PbWu5rixtLJY0uX2OiNlSApUSPzg54HGK6a9urTTbGa8v5xb20CF5JZHIVQO9ZNh4w0LUb6KxhuLqG8mbbHbXdpcW0rfKzbtkqqduEf5sYypGc8VK30Ke2phXXw81D7NqNvpuu29vFqsUsN552nmVtrTTSDyyJV2keeykkMDgHA5plh4G1e8sng1jVFtYIbm/lso7WDbPC87TKshmEhBwkpIAVSCRknBz3vlj1b/vo0eWPVv++jR0sO+tzgdB+GB0fWV1D7VpUG10b7PpWkfY4ztimjyR5r5Y+dktn+ED3rofDnhj/hH3Vvtf2jbp1rY/6rb/qA/wA/U9d/Ttjqa1bi7tbS5tYLiVklvJDFAvzHewRnI46fKrHn0qx5Y9W/76NO7Jsjjbn4bWV1ZTrJeSfa5IbyFJgg2KLiR3DFM8sgkdQcjh29eK8nw3mOoWtxDrEUQhmkkaRbELcKGneYpHMrhlU79rK29WA+6pJrqjrWmLo1xqpuW+xWvm+dLh/l8tir8YycFSOBzjinx6pYTaxLpcMzyXkMSzSoquVjVj8u5sbQT1Ck5I5xila+g7nPyeA/Mh0CP+0cf2NbQwZ8j/XeXLBJn73y58jGOfve3Ne0+HjW3jqLxA13p8nlXc1z5n9mf6bIJFdRG9yZDlF34VdgwFUds12vlj1b/vo0eWPVv++jTu/z/HcOlh1FQXMsVpaS3E3mmOFC7eWru2AMnCrksfYAk1TTW9LlfTVhu/OOqIZLPytz+agUMXyOi4I+Y4GWUZyQCgNOimMERCzFgFGSdxqGxubbUdPt72ykaS3uY1lifLDcrDIODyOD3oAs02T7o/3h/Ojyx6t/30aa6AKOW6j+I+tAElcrJ4QvIbS2Ol6rDDe2uo3V9FJc2ZmiPnvISjRiRSSBLgMGHT0JFdLM8NtBJPcSiKKNS7yPJtVFAySSTwAO9YbeNPD39jW2q299LeWd3cva28ljbzXJmkXfuCLErMw/dudwGMDOcYoHrb+u3+Rkx/D65t4IrS11mMWUsNvFqEclmWefynLZjYSARhtxUgq+FAA6Usvw/uLmOe0u9XjbT0julsYo7QrJbtO27czmQh9vIUBU4rYm8XaJb3Vrbzy3kct0kbqGsrgCISNtTzTsxCSwIAk2nIpF8Y6A1zeQm8mQ2ccsksklvMkRWI4k2SFQsm08EITg0f8AB/4P3fgL/gf1/W5PoOj3unTX13q99BfX17IrSSW9sYI1VUCqoQu59Tnd1Y9K1j/rV/3T/Ss/R9Z0/XYJZdPe5/cyeXLHcwS28iNgNykiqwyCCDjnNXig8wct0P8AEfagSMnxFo1/qkmm3Gk39tZXWn3JnRrm0a4R8xvGQVWRD0fOd3auc1X4Yxas8V/eTaXfav5kklxLqWki5tpDIqKdsBkBQqIowp3kgAg7sk12dxd2tpc2sFxKyS3khigX5jvYIzkcdPlVjz6VY8serf8AfRosVc5PQfAUeg6o11DfK8ZgeFYltUiCho4EzhMKP+PfOFUD5sADHN/wj4Y/4RXTJLT7X9r3tGd/lbMbII4umT18vP447ZrVvbu106FJbyVo0eWOFT8xy7sFUcerECrHlj1b/vo07v8AT9SbDqKb5Y9W/wC+jR5Y9W/76NIY6mx/6pP90UeWPVv++jTY0BjXlug/iNAFKHSfK8T3mr+dn7TaQW3k7Pu+W8rbs55z5uMY42+/GjWLYeKNG1PVm06yuZnuAHKloJkjl2Ha/lyMoSTaTg7CcVseWPVv++jR0DdjqKb5Y9W/76NHlj1b/vo0AOopvlj1b/vo0eWPVv8Avo0AOopvlj1b/vo0eWPVv++jQA6mn/Wr/un+lHlj1b/vo0gULKMZ+6epz6UAPooooAKKKKACiiigAooooAoWf/IQ1H/ruv8A6KSuVn1b+2vHken31nqtrZaZcg2//EruDHeT7eJDMEMaxL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